20130

Question

Dave and Helene had identical ice-blocks.

Dave ate 56\dfrac{5}{6} of his ice-block.

Helene ate more of her ice-block than Dave.

What fraction could Helene have eaten?

Worked Solution

{{{correctAnswer}}} is the only fraction greater than 56\dfrac{5}{6}.

Variant 0

DifficultyLevel

606

Question

Dave and Helene had identical ice-blocks.

Dave ate 56\dfrac{5}{6} of his ice-block.

Helene ate more of her ice-block than Dave.

What fraction could Helene have eaten?

Worked Solution

67\dfrac{6}{7} is the only fraction greater than 56\dfrac{5}{6}.

Question Type

Multiple Choice (One Answer)

Variables

Variable nameVariable value
correctAnswer
$\dfrac{6}{7}$

Answers

Is Correct?Answer
x

34\dfrac{3}{4}

✓

67\dfrac{6}{7}

x

79\dfrac{7}{9}

x

810\dfrac{8}{10}